Math 1210 Calculus I Spring 2007

Resources for help:

• My office hours are 11-12 Monday through Friday in my office, 120 Sc.
• Eric and Jacob (TA) give help sessions during Wednesday classes.

• Supplimental Instruction Sessions are from 3-4 on the days that homework is due in SC 129. Eric Nielson goes over concepts and homework questions.

• Calculator question & answer sessions are Wednesdays 4-6 in 178c of the Sharwin Smith Center and are given by Alisha McCann.
• The tutoring center in the Student Success Center in the Sharwin Smith Center has math tutors available
  • Monday-Thursday, 8am-10pm
  • Friday 8am-6pm
  • Saturday 2pm-6pm
  • Sunday 6pm-9pm

Lecture Notes are posted on WebCT, which can be accessed from http://www.suu.edu/curstu/.

Grades are posted on WebCT after each exam.  Please check for errors.

Syllabus

Final Review

Final Review Worksheet

Hw 6.2

Hw 6.3:  Quick Check 1-4;  Exercises 1bcd,2abc,4,5ac,6abd,12,13,17,19,22,24-26,28,30,32,33,37,41,44,47-50,52,54,55b,56b,58,61,70 (It looks long and it is.)

Hw 6.4 and 6.5

Hw 6.6:  Quick Check 1,3-5; Exercises 1c,4,11,14,15,19,20,22,27,29b,40,51ac,53,56,57,59,66a,71a,72a,73a,74

A.  Read carefully the proofs on pg 397 and pg 404

B.  Find the integral from 2 to -2 of 1/(t^2) dt (2 is the lower limit of integration and -2 is the upper).

Hw 6.7:  Quick Check 1,2; Exercises 1b,2,3a,4,6,11b,14,18,19,28a,31,32,34,37,38,44

Hw 6.8:  3b(evaluate), 23,30,32,36,38,40,41,44,47,48,52,55,56

Hw 5.1 and 5.2
Hw 5.3 and 5.6

Hw 5.4:  Quick Check 2ab,3c; Exercises 2,4,7,13,18,19,22,29,36,40,43,48a

Hw 5.5:  Quick Check 1; Exercises 3,20,29,42,44,50,59 (It looks short but it isn't.)

Hw 5.7:  Quick Check 1,2,4a;  Exercises 10,15,16,19,20a,21,36

Hw 5.8:  Quick Check 1,2,4;  Exercises 1,2,3a,4,5,6b,7,8a,9,13,26,29,33,35

Chapter 5 Review

Hw 4.1 and 4.2

Hw 4.3

Hw 4.4 (Please be aware that coming back late from spring break is not an extenuating circumstance for late homework.  If you're not going to be here Monday, then turn hw in early, send it with a friend, or scan it and email it to me.  Thanks!)

Review Chapter 4

Hw 3.1 and 3.2

Hw 3.3, 3.4, and 3.5

Hw 3.6, 3.7, and 3.8

Review Chapter 3

Hw Chapter 1

Hw Chapter 2

Handout on proving limits using the definition

Review Chapter 2